Let T: R² → R² be the counterclockwise rotation through the angle Then the standard matrix of T is: 0. cos sin 0 sin cos sin 0 cos cos - sin 0 [cos 0 sin sin 0 cos [C cos - sin 0 - 90] [0] sin 0 COS

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Let
T: R² → R²
be the counterclockwise rotation through the angle
Then the standard matrix of T is:
cos sin 0
sin
cos
sin 0
cos
cos
- sin 0
[cos 0
sin
sin 0
cos
[C
0.
cos
- sin
-
90]
[0]
sin 0
cos
Transcribed Image Text:Let T: R² → R² be the counterclockwise rotation through the angle Then the standard matrix of T is: cos sin 0 sin cos sin 0 cos cos - sin 0 [cos 0 sin sin 0 cos [C 0. cos - sin - 90] [0] sin 0 cos
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